Arbuscular mycorrhizal fungal hyphae reduce soil erosion by surface water flow in a greenhouse experiment Mardhiah , U., Caruso, T., Gurnell, A., & Rillig, M. C. (2016). Arbuscular mycorrhizal fungal hyphae reduce soil erosion by surface water flow in a greenhouse experiment. Applied Soil Ecology, 99, 137-140. DOI: 10.1016/j.apsoil.2015.11.027 Published in: Applied Soil Ecology Document Version: Peer reviewed version Queen's University Belfast - Research Portal: Link to publication record in Queen's University Belfast Research Portal Publisher rights © 2015 Elsevier B.V.. This manuscript version is made available under the CC-BY-NC-ND 4.0 licensehttp://creativecommons.org/licenses/by-nc-nd/4.0/,which permits distribution and reproduction for non-commercial purposes, provided the author and source are cited. General rights Copyright for the publications made accessible via the Queen's University Belfast Research Portal is retained by the author(s) and / or other copyright owners and it is a condition of accessing these publications that users recognise and abide by the legal requirements associated with these rights. Take down policy The Research Portal is Queen's institutional repository that provides access to Queen's research output. Every effort has been made to ensure that content in the Research Portal does not infringe any person's rights, or applicable UK laws. If you discover content in the Research Portal that you believe breaches copyright or violates any law, please contact [email protected]. Download date:15. Jun. 2017 1 Arbuscular mycorrhizal fungal hyphae reduce soil erosion by surface water flow in 2 a greenhouse experiment 3 4 Ulfah Mardhiah1,2*, Tancredi Caruso3, Angela Gurnell4, Matthias C. Rillig1,2 5 6 1 7 Berlin, Germany 8 2 9 Berlin, Germany Freie Universität Berlin, Institut für Biologie, Plant Ecology, Altensteinstr. 6, D-14195, Berlin-Brandenburg Institute of Advanced Biodiversity Research (BBIB), D-14195 10 3 11 Food Security, 97 Lisburn Road, BT9 7BL, Belfast, Northern Ireland, United Kingdom 12 4 13 London, United Kingdom Queen’s University of Belfast, School of Biological Sciences and Institute for Global Queen Mary, University of London, School of Geography, Mile End Road, E1 4NS, 14 15 16 *Corresponding author 17 Ulfah Mardhiah, Freie Universität Berlin, Institut für Biologie, Plant Ecology, 18 Altensteinstr. 6, D-14195, Berlin, Germany 19 Tel ++49 30 838 53143; fax – 53886; [email protected] 20 21 Abstract 22 23 The role of arbuscular mycorrhizal fungi (AMF) in resisting surface flow soil erosion has 1 24 never been tested experimentally. We set up a full factorial greenhouse experiment using 25 Achillea millefolium with treatments consisting of addition of AMF inoculum and non- 26 microbial filtrate, non-AMF inoculum and microbial filtrate, AMF inoculum and 27 microbial filtrate, and non-AMF inoculum and non-microbial filtrate (control) which 28 were subjected to a constant shear stress in the form of surface water flow to quantify the 29 soil detachment rate through time. We found that soil loss can be explained by the 30 combined effect of roots and AMF extraradical hyphae and we could disentangle the 31 unique effect of AMF hyphal length, which significantly reduced soil loss, highlighting 32 their potential importance in riparian systems. 33 34 Keywords: Soil erosion, concentrated flow, soil detachment rate, AMF 35 36 The rate of soil loss by erosion has been accelerated due to various human activities at a 37 global scale (Grimm et al., 2002), with negative effects including loss of topsoil, decrease 38 in soil organic matter, and pollution of surface waters (Lal, 2001). Soil erosion is related 39 to the susceptibility of soil to both detachment and transport of soil particles (Gyssels et 40 al., 2005). Vegetation biomass, both above and belowground, has been identified to play a 41 role in decreasing soil erosion (Prosser et al., 1995; Gyssels and Poesen, 2003). The role 42 of soil biota has not often been subjected to empirical tests, but it is assumed that 43 members of the soil biota indirectly decrease soil erosion through the formation and 44 stabilization of soil aggregates (Tisdall and Oades, 1982; Rillig and Mummey, 2006). For 45 example, arbuscular mycorrhizal fungi (AMF) are root associated fungi known for their 46 role in increasing soil aggregation (Tisdall and Oades, 1982; Mardhiah et al., 2014; 2 47 Leifheit et al., 2014) through their extended extraradical hyphae in the rhizosphere 48 (Tisdall and Oades, 1982; Rillig and Mummey, 2006) and by stimulating root growth 49 (Bearden and Petersen, 2000). 50 51 In order to quantify the role of AMF hyphae in reducing soil erosion, we measured at the 52 end of a greenhouse experiment the difference in soil detachment rate (g soil 10 s-1) under 53 a constant flow of water across a fixed area of soil surface (63.6 cm2) at successive points 54 in time, comparing different treatments (AMF treatment, microbial filtrate treatment, 55 AMF and microbial filtrate treatment and control). Achillea millefolium seeds were 56 surface sterilized in 70% ethanol and 5% commercial bleach. We added 5 seeds per pot 57 and then thinned to two plants per pot. We used a sandy loam alluvial soil (73% sand, 58 18% silt and 7% clay (Rillig et al., 2010)), which was autoclaved twice (121°C, 20 59 minutes) and was re-mixed before placing into each pot (1.3 kg of soil per pot). Pots in 60 AMF treatments received 150 Glomus intraradices (Rhizophagus irregularis) spores; 61 non-AMF treatment pots received the same amount of sterile carrier material. We 62 prepared the microbial filtrate, which might introduce saprobic fungi and bacteria, by 63 passing a suspension of the soil used in the study (200 g L-1) through a 20 μm size sieve 64 and used the slurry as microbial filtrate treatment. Pots in microbial filtrate treatments 65 received 2 ml of the slurry, while those in non-microbial filtrate treatment received the 66 same amount of sterile slurry. The greenhouse temperature was 16-22°C and the 67 experiment lasted for ~ 23 weeks. The plants were of similar size by the end of the 68 experiment. 69 3 70 To measure the soil erosion due to water flowing over the soil surface, a hydraulic flume, 71 2 m in length and 0.1 m wide, was constructed using a transparent Plexi glass wall at the 72 University of Trento, Italy. At 20 cm before the end of the flume, a hole with a 9 cm 73 external diameter was created to hold the soil core. A sharpened PVC pipe (inner 74 diameter = 9 cm), made to fit the flume hole, was used as a corer and was carefully 75 placed at the centre of each of the pots and pushed through the soil from the top until it 76 reached the bottom of each pot. The corer was then pushed through from below and 77 towards the surface of the flume bottom using a piston so that the soil surface was 78 maintained in line with the flume bed through each experiment (Suppl. Mat. Figure S1). 79 The flume was set at a slope of 18°, and a flow of tap water was discharged into the flume 80 at a constant rate (0.0003 m3 s-1). Mean flow velocity (1.17 ± 0.01 m s-1) was measured 81 every day and yielded a mean flow shear stress on the soil surface of 7.75 Pa (Suppl. Mat. 82 Equation S1). 83 84 Ten replicate samples were prepared according to each treatment. Samples were prepared 85 with methods adjusted from De Baets et al. (2006). The samples were retained within a 86 constant water level environment (4.5 cm below the soil surface) to allow slow capillary 87 rise and all aboveground biomass was clipped. The samples were drained immediately 88 prior to being introduced to the flume, where they were subjected to a constant discharge 89 for 145 seconds. Following an initial flow period of 20 seconds, samples of the water 90 draining from the flume were taken every 15 seconds for 10 seconds, providing a total of 91 five successive 10 second samples (R1-R5). The samples were left to settle before 92 decanting the water, which was oven dried at 65°C and then the residue was weighed. 4 93 Soil which was left in the corer was carefully retained and dried. To ensure that 94 measurements of the soil left in the corer did not include soil and roots exposed by the 95 soil erosion experiment, we carefully scraped a thin layer of the surface layer off each 96 cored soil. After sieving the soil through a 4-mm sieve, aggregate stability was measured 97 by re-wetting 4.0 g of soil using capillary action and sieving for 5 minutes on a 250 μm 98 sieve before drying at 65°C. The dried material was then crushed and passed through the 99 sieve, separating the stable aggregates from the coarse fraction. Root biomass was 100 extracted and measured using an extraction-flotation method (Cook et al., 1988). Root 101 length grouped by diameter (Barto et al., 2010) was measured by analyzing scanned 102 images using WinRhizo Pro 2007d (Regent Instruments Inc., Quebec City, Canada). 103 Hyphae were extracted from 4.0 grams of dried soil using a protocol adapted from 104 Jakobsen et al. (1992) and then stained with Trypan Blue. AMF and non-AMF 105 extraradical hyphal length were measured according to Rillig et al. (1999). 106 107 We used the Kruskal Wallis test to quantify the difference of soil detachment rate (g soil 108 10 s-1) between treatments at each of the five successive time points during the flume 109 experiments. We also ran linear models correlating total soil loss with soil detachment 110 rate determinants (percent water stable aggregates (% WSA), root biomass, very fine, fine 111 and coarse root length, AMF and non-AMF extraradical hyphal length) tested as main 112 effect and interaction. We calculated variation in partitioning of root biomass and AMF 113 extraradical hyphal length using redundancy analysis. All statistical analyses were 114 conducted using version 2.14.0 of the R statistics software (R Development Core Team, 115 2012). 5 116 117 In general, soil loss decreased through time (Suppl. Mat. Figure S2). A possible 118 explanation is that initially, relatively loose surface soil which came into contact with the 119 erosion flow was rapidly detached; soil loss then slowed, possibly because of more 120 intense effects of roots with or without fungal hyphae. We found that AMF treatments 121 decreased soil loss most effectively compared to the control (Figure 1). Total soil loss can 122 be explained by the joint effect of total root biomass (17%) and AMF extraradical hyphae 123 (16%) (Table 1). AMF extraradical hyphal length significantly decreased total soil loss 124 when used in linear models as a singular main effect and in interaction with root biomass 125 (Suppl. Mat. Table S1, Figure 2). This is to our knowledge, the first time that AMF 126 extraradical hyphal length has been shown to have a direct effect in reducing surface soil 127 erosion due to surface flow. The role of AMF seems to be due to the ability of AMF to 128 produce extraradical hyphae. The addition of microbial filtrate did not reduce the soil 129 detachment rate compared to the control and even reduced the effectiveness of AMF 130 treatment. We also did not find a significant difference of %WSA between treatments 131 (Suppl. Mat. Table S3) and no significant correlations between the soil detachment rate 132 and % WSA in our models (data not shown). This implies that soil aggregate stability in 133 our system was not an important factor for preventing soil erosion due to concentrated 134 flow. Studies showed that besides soil aggregates, microtopography (surface roughness) 135 and soil cohesion due to a dense root mat, can decrease surface soil erosion (Campbell 136 et.al., 1989; Prosser et al., 1995; Prosser and Dietrich, 1995; Hu et al., 2002). Our study 137 implies that, rather than the role in formation or maintenance of stable soil aggregates, the 138 role of AMF hyphae -which might also include the formation of a hyphal network which 6 139 further increases soil cohesion- might be more important in reducing surface soil erosion. 140 Although the microbial filtrate might contain saprobic fungi which also produced hyphae, 141 their minimal effect towards reduced soil erosion in this study might imply that the 142 hyphae of both fungal groups behave differently. AMF tend to produce more persistent, 143 coarser and thicker extraradical hyphae compared to many saprobic fungal hyphae 144 (Klironomos and Kendrick, 1996; Klironomos et al., 1999; Allen, 2006). Saprobic fungi 145 can also produce enzymes degrading soil carbon, an ability which AMF lack; this taken 146 together could explain the significant role of AMF in reducing soil erosion in our 147 experiment. Overall, our results highlight the role of AMF in potentially stabilizing soils 148 in riparian systems. 149 150 Acknowledgments 151 152 This research was funded by the SMART Joint Doctoral Programme (Erasmus Mundus 153 Programme of the European Union) and the DRS HONORS Fellowship programme of 154 Freie Universität Berlin. This study is a contribution to an EU Marie Curie Career 155 Integration Grant to T.C. (EC FP7 - 631399 - SENSE). We would like to thank Dr. Walter 156 Bertoldi and Dr. Marco Redolfi for providing the flume and for invaluable discussion on 157 the flume experiment. We would also like to thank the two anonymous reviewers for their 158 invaluable input and comments. 159 160 References 161 7 162 Allen, M. F., 2006. Water dynamics of mycorrhizas in arid soils (pp. 74-97). Cambridge 163 University Press: New York, USA. 164 165 Barto, E.K., Alt, F., Oelmann, Y., Wilcke, W., Rillig, M.C., 2010. Contributions of biotic 166 and abiotic factors to soil aggregation across a land use gradient. Soil Biology and 167 Biochemistry 42, 2316–2324. 168 169 Bearden, B.N., Petersen, L., 2000. Influence of arbuscular mycorrhizal fungi on soil 170 structure and aggregate stability of a vertisol. Plant Soil, 173–183. 171 172 Campbell, S.E., Seeler, J.S., Golubic, S., 1989. Desert crust formation and soil 173 stabilization. Arid Land Research and Management 3, 217-228. 174 175 Cook, B., Jastrow, J.D., Miller, R., 1988. Root and mycorrhizal endophyte development 176 in a chronosequence of restored taligrass prairie. New Phytologist 110, 355–362. 177 178 De Baets, S., Poesen, J., Gyssels, G., Knapen, A., 2006. Effects of grass roots on the 179 erodibility of topsoils during concentrated flow. Geomorphology 76, 54–67. 180 181 Grimm, M., Jones, J., Montanarella, L., 2002. Soil Erosion Risk in Europe. European Soil 182 Bureau Research Report. 183 184 Gyssels, G., Poesen, J., 2003. The importance of plant root characteristics in controlling 8 185 concentrated flow erosion rates. Earth Surface Processes and Landforms 28, 371-384. 186 187 Gyssels, G., Poesen, J., Bochet, E., Li, Y., 2005. Impact of plant roots on the resistance of 188 soils to erosion by water: a review. Progress in Physical Geography 29, 189–217. 189 190 Hu, C., Liu, Y., Song, L., Zhang, D., 2002. Effect of desert soil algae on the stabilization 191 of fine sands. Journal of Applied Phycology 14, 281-292. 192 193 Jakobsen, I., Abbott, L., Robson, A., 1992. External hyphae of vesicular-arbuscular 194 mycorrhizal fungi associated with Trifolium sub terraneum L . New Phytologist 120, 195 371–380. 196 197 Klironomos, J. N., Kendrick, W. B., 1996. Palatability of microfungi to soil arthropods in 198 relation to the functioning of arbuscular mycorrhizae. Biology and Fertility of Soils 21, 199 43-52. 200 201 Klironomos, J. N., Bednarczuk, E. M., Neville, J., 1999. Reproductive significance of 202 feeding on saprobic and arbuscular mycorrhizal fungi by the collembolan, Folsomia 203 candida. Functional Ecology 13, 756-761. 204 205 Lal, R., 2001. Soil degradation by erosion. Land Degradation and Development 12, 519– 206 539. 207 9 208 Leifheit, E.F., Veresoglou, S.D., Lehmann, A., Morris, E.K., Rillig, M.C., 2014. Multiple 209 factors influence the role of arbuscular mycorrhizal fungi in soil aggregation – a meta- 210 analysis. Plant and Soil 374, 523-537. 211 212 Mardhiah, U., Caruso, T., Gurnell, A., Rillig, M.C., 2014. Just a matter of time: Fungi and 213 roots significantly and rapidly aggregate soil over four decades along the Tagliamento 214 River, NE Italy. Soil Biology and Biochemistry 75, 133–142. 215 216 Prosser, I.P., Dietrich, W.E., Stevenson, J., 1995. Flow resistance and sediment transport 217 by concentrated overland flow in a grassland valley. Geomorphology 13, 71–86. 218 219 Prosser, I.P., Dietrich, W.E., 1995. Field experiments on erosion by overland flow and 220 their implication for a digital terrain model of channel initiation. Water Resources 221 Research 31, 2867-2876. 222 223 R Development Core Team, 2012. R: A Language and Environment for Statistical 224 Computing. R Foundation for Statistical Computing, Vienna, Austria. 225 226 Rillig, M.C., Field, C.B., Allen, M.F., 1999. Soil biota responses to long-term 227 atmospheric CO2 enrichment in two California annual grasslands. Oecologia 119, 228 572-577. 229 230 Rillig, M.C., Mummey, D.L., 2006. Mycorrhizas and soil structure. New Phytologist 171, 10 231 41–53. 232 233 Rillig, M. C., Mardatin, N. F., Leifheit, E. F., Antunes, P. M., 2010. Mycelium of 234 arbuscular mycorrhizal fungi increases soil water repellency and is sufficient to maintain 235 water-stable soil aggregates. Soil Biology and Biochemistry 42, 1189-1191. 236 237 Tisdall, J., Oades, J., 1982. Organic matter and water-stable aggregates in soils. Journal of 238 Soil Science 33, 141–163. 239 240 241 242 11 243 Table 1. Variation partitioning based on redundancy analysis was used to explain the 244 pattern of total soil loss in relation to explanatory variables: AMF extraradical hyphal 245 length and root biomass. All percentages explained were significant (p-values < 0.05). 246 Response variable: Total soil loss (g soil in 50 s) Explanatory variables: AMF extraradical hyphal length fraction (with covariable: root biomass) Root biomass fraction (with covariable: AMF extraradical hyphal length) Total Shared fraction Residuals AMF extraradical hyphal length (without covariable) Root biomass (without covariable) df Fraction explained (%) 1 16 1 17 2 0 1 1 28 4.1 76 9.7 10.2 247 248 Figure captions 249 250 Figure 1. Linear models fitted using the generalized least squares (GLS) method 251 corrected for heterogeneity of variances (var = varIdent(form=~1|fcategorical)) were used 252 to plot cumulative soil detachment rate through time (R1, R2, R3, R4, R5) for different 253 treatments (“control”, “AMF treatment”, “AMF and microbial filtrate treatment” and 254 “microbial filtrate treatment”). Figure shows fitted lines with significant differences 255 between each treatment levels (Suppl. Mat. Table S2). Different symbols indicate 256 different treatments (control = ∆, AMF treatment = ●, AMF and microbial filtrate 257 treatment = ○, microbial filtrate treatment = +). The highest data point (microbial filtrate 258 treatment, ranging 12.15-30.03 g soil 10 s-1, R1-R5) was omitted to enable clear 259 visualization of data. 260 261 12 262 Figure 2. A linear model fitted using the generalized least square (GLS) method corrected 263 for heterogeneity of variances (var = varIdent(form=~1|fcategorical)) and spatial 264 autocorrelation was used to correlate total soil loss (y axis) to AMF extraradical hyphal 265 length (x axis). 13
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